Simplify
(x3 g5) (28 10)
The simplified form of (x3 g5) (28 10) is:
28x3g5 * 10 = 280x3g5
To simplify (x^3 * g^5) * (28 * 10), you can multiply the coefficients and combine the variables.
The coefficients are 28 and 10, so their product is 28 * 10 = 280.
For the variables, you have x^3 and g^5. Since they have the same base (x and g) but different exponents (3 and 5), you can multiply their exponents and keep the same base.
So, the simplified expression is 280 * x^3 * g^5.